Supersymmetry and Quenched Random Fields Revisited

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概要

• 論文の詳細を見る

• The problem of obtaining the random field averages of the Green functions of the scalar field theories in the presence of the random fields is reformulated in terms of the superfield Feynman rule in the supermomentum space. The system is fully investigated from the viewpoint of supersymmetry, and the most general expression for the dimensional reduction is given under the super-rotation symmetry. It is pointed out that there is a case when the dimensional reduction by 2 occurs in the tree approximation even if the long range force for the spins and the long range correlation of the random field are incorporated in the system provided they satisfy some relation. Some discussion is given on two kinds of the quantities which both exhibit the dimensional reduction from the viewpoint of statistical physics.

• 理論物理学刊行会の論文
• 1983-11-25

著者

• NAKAJIMA Hideo

  Department of Information Systems Science, Utsunomiya University

• KIANG David

  Department of Physics, Dalhousie University

• Kiang David

  Department Of Physics Dalhousie University

• NAKAJIMA Hideo

  Research Institute for Fundamental Physics, Kyoto University

• Nakajima Hideo

  Department Of Engineering Mathematics Faculty Of Engineering Utsunomiya University

• NAKAJIMA Hiroaki

  Department of Physics, Chuo University

• NAKAJIMA Hideo

  Laboratory of Applied Mathematics and Mathematical Physics Department of Information Science, Utsunomiya University

• NAKAJIMA HIDEO

  Deparment of Plastic and Reconstructive Surgery, School of Medicine, Keio University

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